With simultaneously moments on the cylinder this equation must be used in addition to the maximum moments check. In the cushioning phase of the movement additional forces occur and must be considered. Please use our calculation tool for rodless cylinders on the http://www.aventics.com.

Static

Piston Ø

Fx [N]

Fy [N]

Fz [N]

Mx [Nm]

My [Nm]

Mz [Nm]

16

800

150

1100

2

25

8

25

1800

210

3800

6

50

12

32

2200

550

6600

18

80

43

40

3500

650

8000

28

140

55

50

5000

750

9000

35

230

70

63

6800

850

13000

45

340

90

80

9500

1000

13000

55

500

110

Dynamic

Piston Ø

Mx [Nm]

My [Nm]

Mz [Nm]

16

0.42

10

2

25

1

24

3

32

3.8

42

12

40

6

75

15

50

9.1

128

20

63

14.5

195

24

80

20

300

28

Max. play and recommended max. lever arm length

L = lever arm

Piston Ø

α

β

Lx

Ly

Lz

16

0,5°

2,0° ±1°

162

94

162

25

0,5°

2,0° ±1°

217

123

217

32

0,6°

1,5° ±0,5°

240

139

240

40

0,4°

1,0° ±0,3°

275

158

275

50

0,4°

1,0° ±0,3°

317

181

317

63

0,3°

1,0° ±0,3°

368

209

368

80

0,3°

1,0° ±0,3°

435

245

435

Limit diagram for pneumatic cushioning with horizontal mounting

Limit diagram for pneumatic cushioning with vertical mounting

v = Piston velocity [m/s]m = Cushionable mass [kg]

The values for the cushionable mass m and piston velocity v must be on or below the graph for the selected piston diameter.

Support span

Max. support span L [mm] as a function of F [N] at a deflection of 0.5 mm